Sekretariat Jenderal Kementerian Hukum Republik Indonesia
|
Read other articles:
Mazu Daoyi GelarMaster ChanInformasi pribadiLahir709TiongkokMeninggal788AgamaBuddhaMazhabChanKedudukan seniorGuruNanyue Huairang Mazu Daoyi (709–788) (Hanzi: 馬祖道一; Pinyin: Mǎzŭ Dàoyī; Wade–Giles: Ma-tsu Tao-yi, Bahasa Jepang: Baso Dōitsu) adalah kepala biara berpengaruh di sekolah Chan selama Dinasti Tang. Istilah sekolah Chan tercatat pertama kali digunakan dari Catatannya yang Luas.[1] Gaya mengajar Master Ma yang kerap menggunakan kata-kata aneh dan tin...
Berikut adalah daftar masjid yang ada di Gorontalo, Indonesia Masjid Agung Baiturrahim, Gorontalo Masjid Hunto Sultan Amai, Gorontalo Masjid Agung Baiturrahman, Gorontalo Masjid Agung Al-Marhamah, Bone Bolango Masjid Agung Kwandang, Gorontalo Utara Masjid Agung Marisa, Pohuwato Galeri Masjid Agung Baiturrahim Gorontalo di Kota Gorontalo Masjid Agung Baiturrahim Gorontalo di Kota Gorontalo Masjid Hunto Sultan Amai di Kota Gorontalo Masjid Baiturrahman Limboto Masjid Baiturrahman Limboto Masjid...
جزء من سلسلة مقالات حولالرسول محمد سيرته سيرته بعثته حياته في مكة هجرته إلى يثرب حياته في المدينة فتح مكة حجة الوداع أحداث وجوانب من حياته نزول الوحي أحاديثه الهجرة إلى الحبشة بيعة العقبة بيعة الرضوان إصلاحاته الاجتماعية دبلوماسيته عسكريته معجزاته القرآن الإسراء والمعرا...
العلاقات الكازاخستانية الناميبية كازاخستان ناميبيا كازاخستان ناميبيا تعديل مصدري - تعديل العلاقات الكازاخستانية الناميبية هي العلاقات الثنائية التي تجمع بين كازاخستان وناميبيا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية �...
Stasiun Gondangdia B07 Stasiun Gondangdia tahun 2010LokasiJalan Srikaya No. 1Kebon Sirih, Menteng, Jakarta Pusat, 10340IndonesiaKoordinat6°11′8″S 106°49′56″E / 6.18556°S 106.83222°E / -6.18556; 106.83222Koordinat: 6°11′8″S 106°49′56″E / 6.18556°S 106.83222°E / -6.18556; 106.83222Ketinggian+17 mOperator KAI Commuter Letakkm 6+550 lintas Jakarta-Manggarai-Bogor/Nambo[1] Jumlah peronDua peron sisi yang tinggiJumlah j...
Indian Bengali news channel Television channel Kolkata TVKolkata TV logoBroadcast areaIndia (West Bengal)HeadquartersKolkata, West Bengal, India,ProgrammingLanguage(s)BengaliPicture format16:9, HDTVOwnershipOwnerKaustuv RayHistoryLaunched27 March 2006; 18 years ago (27 March 2006)LinksWebsitewww.kolkatatv.org Kolkata TV is a 24-hour Bengali news channel launched by SST Media in 2006. Ex ABP man Suman Chattopadhyay is responsible for its birth. Now it is owned by Kaustuv Ray, chai...
Chief law enforcement official in a U.S. state or territory Party affiliation of current United States attorneys general: Democratic (26) Republican (28) Independent (1) New Progressive (1) This article is part of a series on theState governments of the United States State constitution Comparison Statehouse Executive State executives Governor (List) Other common officials: Attorney general Auditor/Comptroller Lieutenant governor Secretary of sta...
Italian composer Francesco da Milano redirects here. Not to be confused with Francesco da Milano (painter). A possible portrait of Francesco Canova da Milano (Pinacoteca Ambrosiana, Milan) Francesco Canova da Milano (Francesco da Milano, also known as Il divino, Francesco da Parigi, etc.) (18 August 1497 – 2 January 1543) was an Italian lutenist and composer. He was born in Monza, near Milan, and worked for the papal court for almost all of his career. Francesco was heralded throughout Euro...
WARNING: ACTIVE COMMUNITY SANCTIONSThe article Template:Cryptocurrencies, along with other pages relating to blockchain and cryptocurrencies, is designated by the community as a contentious topic. The current restrictions are:Limit of one revert in 24 hours: This article is under WP:1RR (one revert per editor per article per 24-hour period)Editors who repeatedly or seriously fail to adhere to the purpose of Wikipedia, any expected standards of behaviour, or any normal editorial process may be...
Dialects of Modern Greek spoken in Italy This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Italiot Greek – news · newspapers · books · scholar · JSTOR (January 2024) (Learn how and when to remove this message) Italiot GreekNative toItalyRegionSalento, CalabriaEthnicityGriko peopleLanguage familyIndo-Europ...
Terence James CookePelayan TuhanKardinal, Uskup Agung New YorkGerejaGereja Katolik RomaTakhtaNew YorkPenunjukan2 Maret 1968Awal masa jabatan4 April 1968Masa jabatan berakhir6 Oktober 1983PendahuluFrancis SpellmanPenerusJohn Joseph O'ConnorImamatTahbisan imam1 Desember 1945oleh Francis SpellmanTahbisan uskup13 Desember 1965oleh Francis SpellmanPelantikan kardinal28 April 1969oleh Paus Paulus VIPeringkatKardinal-ImamInformasi pribadiLahir(1921-03-01)1 Maret 1921Manhattan, New York Cit...
For NFL training camp, see training camp (National Football League). A training camp is an organized period in which military personnel or athletes participate in a rigorous and focused schedule of training in order to learn or improve skills.[1] Athletes typically utilise training camps to prepare for upcoming events, and in competitive sports, to focus on developing skills and strategies to defeat their opponents. A military training camp generally refers to the period of boot camp,...
Cultural and population changes in England c. 450 to 630 AD This article is part of the series:Anglo-Saxonsociety and culture People Settlement Women History Language Language Literature Runes Material culture Architecture Art Burial Coins Dress Glass Weaponry Power and organization Charters Government Law Monarchs and kingdoms Warfare Military Religion Christianity Paganism vte This article is about Anglo-Saxon settlement in Britain. For later historical events in Anglo-Saxon England, see Hi...
لمعانٍ أخرى، طالع غليندون (توضيح). غليندون شعار الإحداثيات 46°52′31″N 96°34′44″W / 46.87524°N 96.57896°W / 46.87524; -96.57896 [1] تقسيم إداري البلد الولايات المتحدة[2] التقسيم الأعلى مقاطعة كلاي خصائص جغرافية المساحة 3.734006 كيلومتر مربع3.913071 كيلوم...
لمعانٍ أخرى، طالع رمضان (توضيح). هذه المقالة عن شهر رمضان. لرمضان في الإسلام، طالع رمضان. رَمَضَانمعلومات عامةصنف فرعي من شهر هجري المدة 30 يوم[1] الفهرس الزمني 9 شهر شعبان شَوَّال تعديل - تعديل مصدري - تعديل ويكي بيانات <<رمضان - 1446 هـ>>السبتالأحدالاثنينا...
Wingy Manone Información personalNombre de nacimiento Joseph Matthews MannoneNacimiento 13 de febrero de 1900Nueva Orleans, Luisiana (EE. UU.)Fallecimiento 9 de julio de 1982Las Vegas (Estados Unidos) Sepultura Davis Memorial Park Nacionalidad EstadounidenseEducaciónEducado en Sistema Universitario de Texas Información profesionalOcupación instrumentista, director de orquestaAños activo 1920-1980Géneros hot jazz, swingInstrumentos corneta, trompetaDiscográfica Four Star Records Artista...
Rolls containing Acts of Parliament in the Parliamentary Archives at Victoria Tower, Palace of Westminster The Parliamentary Archives of the United Kingdom preserves and makes available to the public the records of the House of Lords and House of Commons back to 1497, as well as some 200 other collections of parliamentary interest. The present title was officially adopted in November 2006, as a change from the previous title, the House of Lords Record Office. Over three million records are h...
تحتاج هذه المقالة كاملةً أو أجزاءً منها إلى تدقيق لغوي أو نحوي. فضلًا ساهم في تحسينها من خلال الصيانة اللغوية والنحوية المناسبة. (أبريل 2019) قائمة شخصيات ناروتو تحتوي على جميع الشخصيات المهمة والمحورية في مسلسل ناروتو وناروتو شيبودن. أبطال القصة شخصيات الفريق السابع (فريق ك...
King of Aragon from 1336 to 1387 Peter IVPeter IV, King of Aragon by Gonzalo Pérez & Jaume Mateu (1427)King of Aragon (more...) Reign24 January 1336 – 6 January 1387Coronation1336 (Zaragoza)PredecessorAlfonso IVSuccessorJohn IBorn5 September 1319Balaguer, Principality of CataloniaDied6 January 1387(1387-01-06) (aged 67)Barcelona, Principality of CataloniaSpouses Maria of Navarre (m. 1338; died 1347) Eleanor of Portugal ...
У этого термина существуют и другие значения, см. функция. Запрос «Отображение» перенаправляется сюда; см. также другие значения. График функции f ( x ) = ( 4 x 3 − 6 x 2 + 1 ) x + 1 3 − x {\displaystyle {\begin{aligned}&\scriptstyle \\&\textstyle f(x)={\frac {(4x^{3}-6x^{2}+1){\sqrt {x+1}}}{3-x}}\end{aligned}}} . Фу́нкция — соответ...